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I'd like a map that allows me to shuffle coordinates. This obviously can be done with an Affine map, but that's a frustrating amount of BLAS overhead for something that's far more "embarrassingly parallel". If we have permutation map $S(x)=Px$ for some matrix $P$, of course, we have $$S^{-1}(x)=P^\top x$$ $$\log|\nabla S(x)| = \log|P| = 0$$ $$\nabla_x\log|\nabla S(x)| = 0$$
Of course, similar to AffineMap, we don't include the permutation in the varied parameters and thus there are no coefficients.
This would be a great straightforward contribution for someone getting started with the codebase.
The text was updated successfully, but these errors were encountered:
I'd like a map that allows me to shuffle coordinates. This obviously can be done with an Affine map, but that's a frustrating amount of BLAS overhead for something that's far more "embarrassingly parallel". If we have permutation map$S(x)=Px$ for some matrix $P$ , of course, we have
$$S^{-1}(x)=P^\top x$$
$$\log|\nabla S(x)| = \log|P| = 0$$
$$\nabla_x\log|\nabla S(x)| = 0$$
Of course, similar to
AffineMap
, we don't include the permutation in the varied parameters and thus there are no coefficients.This would be a great straightforward contribution for someone getting started with the codebase.
The text was updated successfully, but these errors were encountered: